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identify problems that arise in a crossbar network when more than one source wishes to connect to the same destination
show that every algorithm on a linear array to compute the product of an ntimesn matrix and an n-vector requires at
design an algorithm for a linear array of length on that convolves two sequences each of length n in on steps show that
show that if strings over an alphabet a with at least two letters are encoded over a one-letter alphabet a unary
consider the ram of section 841 assume the ram executes t steps describe a turing-machine simulation of this ram that
given a turing machine deterministic or not show that there exists another turing machine with a larger tape alphabet
the class of polynomial-time turing reductions are turing reductions in which the otm runs in time polynomial in the
describe a polynomial-time algorithm to determine whether an instance of circuit sat is a yes instance when the circuit
complete the proof of lemma 8142 by making specific assignments of data to memory locations also provide formulas for
give a definition of a log-space uniform family of prams for which lemma 8141 can be extended to show that the
given an instance of satisfiability namely a set of clauses over a set of literals and values for the variables show
design an algorithm for the p-processor bsp andor logp models for the segmented prefix function given the parameters of
design an algorithm for the p-processor bsp andor logp models to multiply two ntimesn matrices when each matrix entry
show that each computation cycle of a p-processor erew pram can be simulated on a radicp timesradicp mesh in odradicp
consider an n-vertex directed graph in which each vertex knows the address of its parent and the roots have themselves
the goal of the list-ranking problem is to assign a rank to each record in a linked list the rank of a record is its
a design an o1-step crcw pram algorithm to find the maximum element in a listb design an olog log n-step crcw pram
design an algorithm to perform a prefix computation on an radicn timesradicn mesh in 3radicn steps show that no other
let g n t r s be context-free a non-terminal a is self-embedding ifand only if sau for some s u isin t a give a
describe a turing machine that generates the binary strings in lexicographical order the first few strings in this
show equivalence between the standard turing machine and the one-tape doubleheaded turing machine with two heads that
figure 514 shows a representation of a turing machine with a two-dimensional tape whose head can move one step
by analogy with the construction given in section 397 show that every deterministic t-step multi-tape turing machine
give an example of when you would use each element a or b for each of the following lsquoa versus b pairs1 a hashed
how would your answers to exercise 107 change if attribute a is not a candidate key for r how would they change if we